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Explicit construction of optimal binary linear complementary pairs via Belov codes

Wu, Yansheng et al.
arXiv (All) · Papers
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information-theory
The study of linear complementary pairs (LCPs) has been a hot topic in coding theory. Recently, Güneri constructed an infinite family of optimal binary LCPs from Solomon-Stiffler codes. Specifically, he proved that for every $k \geq 5$ and $d \geq \lceil (k - 1)/2 \rceil 2^{k - 1}$, there exist opti
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